{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "26e4f826-02db-4bd7-a7b6-8273e579fe9b",
   "metadata": {},
   "source": [
    "波士顿房价的数据集被scikit-learn删掉了，我们得去找一下：http://t.cn/RfHTAgY"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "ee22bdfe-e83d-41d7-baaf-c26ff1d2833d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1cd7e85b-c1ec-4ed1-b7fd-47cee601a3a1",
   "metadata": {},
   "source": [
    "# 一、基于线性回归模型的波士顿房价预测"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d2f4efd5-915a-4f92-b1ae-d3ff7d1943a9",
   "metadata": {},
   "source": [
    "波士顿房价预测数据集介绍"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "24eba7ca-8578-4ae6-b693-6a2fca1dc122",
   "metadata": {},
   "source": [
    "![波士顿房价数据集特征介绍](图片1.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6340250f-1dde-4d33-a7bd-7d830d1b3f47",
   "metadata": {},
   "source": [
    "## 1、加载数据集"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "d14dcd7f-32c3-49b2-a4ab-11e83f0c79c7",
   "metadata": {},
   "outputs": [],
   "source": [
    "dataset_file_path = '../dataset/housing_data.txt'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "2facbf9f-b716-4d06-9e69-f5545034e589",
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "with open(dataset_file_path, 'r') as f:\n",
    "    # 读出来\n",
    "    lst = f.readlines()\n",
    "    # 删掉每行开头的空格\n",
    "    lst = [x.lstrip() for x in lst]\n",
    "    # 统一间隔\n",
    "    lst = [x.replace('  ', ' ') for x in lst]\n",
    "    lst = [x.replace('   ', ' ') for x in lst]\n",
    "    lst = [x.replace('  ', ' ') for x in lst]\n",
    "    lst = [x.replace(' ', ',') for x in lst]\n",
    "\n",
    "with open('boston.csv', 'w') as f:\n",
    "    # 写进去\n",
    "    f.writelines(lst)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "0e9dc59b-4b6c-4d97-afcd-c4a1d6397eaf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>CRIM</th>\n",
       "      <th>ZN</th>\n",
       "      <th>INDUS</th>\n",
       "      <th>CHAS</th>\n",
       "      <th>NOX</th>\n",
       "      <th>RM</th>\n",
       "      <th>AGE</th>\n",
       "      <th>DIS</th>\n",
       "      <th>RAD</th>\n",
       "      <th>TAX</th>\n",
       "      <th>PTRATIO</th>\n",
       "      <th>B</th>\n",
       "      <th>LSTAT</th>\n",
       "      <th>MEDV</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.00632</td>\n",
       "      <td>18.0</td>\n",
       "      <td>2.31</td>\n",
       "      <td>0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.575</td>\n",
       "      <td>65.2</td>\n",
       "      <td>4.0900</td>\n",
       "      <td>1</td>\n",
       "      <td>296.0</td>\n",
       "      <td>15.3</td>\n",
       "      <td>396.90</td>\n",
       "      <td>4.98</td>\n",
       "      <td>24.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.02731</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.07</td>\n",
       "      <td>0</td>\n",
       "      <td>0.469</td>\n",
       "      <td>6.421</td>\n",
       "      <td>78.9</td>\n",
       "      <td>4.9671</td>\n",
       "      <td>2</td>\n",
       "      <td>242.0</td>\n",
       "      <td>17.8</td>\n",
       "      <td>396.90</td>\n",
       "      <td>9.14</td>\n",
       "      <td>21.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.02729</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.07</td>\n",
       "      <td>0</td>\n",
       "      <td>0.469</td>\n",
       "      <td>7.185</td>\n",
       "      <td>61.1</td>\n",
       "      <td>4.9671</td>\n",
       "      <td>2</td>\n",
       "      <td>242.0</td>\n",
       "      <td>17.8</td>\n",
       "      <td>392.83</td>\n",
       "      <td>4.03</td>\n",
       "      <td>34.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.03237</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>6.998</td>\n",
       "      <td>45.8</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>394.63</td>\n",
       "      <td>2.94</td>\n",
       "      <td>33.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.06905</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>7.147</td>\n",
       "      <td>54.2</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>396.90</td>\n",
       "      <td>5.33</td>\n",
       "      <td>36.2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      CRIM    ZN  INDUS  CHAS    NOX     RM   AGE     DIS  RAD    TAX  \\\n",
       "0  0.00632  18.0   2.31     0  0.538  6.575  65.2  4.0900    1  296.0   \n",
       "1  0.02731   0.0   7.07     0  0.469  6.421  78.9  4.9671    2  242.0   \n",
       "2  0.02729   0.0   7.07     0  0.469  7.185  61.1  4.9671    2  242.0   \n",
       "3  0.03237   0.0   2.18     0  0.458  6.998  45.8  6.0622    3  222.0   \n",
       "4  0.06905   0.0   2.18     0  0.458  7.147  54.2  6.0622    3  222.0   \n",
       "\n",
       "   PTRATIO       B  LSTAT  MEDV  \n",
       "0     15.3  396.90   4.98  24.0  \n",
       "1     17.8  396.90   9.14  21.6  \n",
       "2     17.8  392.83   4.03  34.7  \n",
       "3     18.7  394.63   2.94  33.4  \n",
       "4     18.7  396.90   5.33  36.2  "
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "names = ['CRIM', 'ZN', 'INDUS', 'CHAS', 'NOX', 'RM', 'AGE', 'DIS', 'RAD', 'TAX', 'PTRATIO', 'B', 'LSTAT', 'MEDV']\n",
    "boston = pd.read_csv('boston.csv', names=names)\n",
    "boston.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf5367cb-22ca-4199-b3f5-e6fa1774605f",
   "metadata": {},
   "source": [
    "共有506行数据，13个特征和1个标签"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "fd5a9953-5e5a-441d-b5f6-67a67d09727c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(506, 14)"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "boston.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "6b14c90d-1c9c-4127-aa1e-555dfafccb45",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 506 entries, 0 to 505\n",
      "Data columns (total 14 columns):\n",
      " #   Column   Non-Null Count  Dtype  \n",
      "---  ------   --------------  -----  \n",
      " 0   CRIM     506 non-null    float64\n",
      " 1   ZN       506 non-null    float64\n",
      " 2   INDUS    506 non-null    float64\n",
      " 3   CHAS     506 non-null    int64  \n",
      " 4   NOX      506 non-null    float64\n",
      " 5   RM       506 non-null    float64\n",
      " 6   AGE      506 non-null    float64\n",
      " 7   DIS      506 non-null    float64\n",
      " 8   RAD      506 non-null    int64  \n",
      " 9   TAX      506 non-null    float64\n",
      " 10  PTRATIO  506 non-null    float64\n",
      " 11  B        506 non-null    float64\n",
      " 12  LSTAT    506 non-null    float64\n",
      " 13  MEDV     506 non-null    float64\n",
      "dtypes: float64(12), int64(2)\n",
      "memory usage: 55.5 KB\n"
     ]
    }
   ],
   "source": [
    "boston.info()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59c76f4f-8914-440a-81aa-83f28af8ab02",
   "metadata": {},
   "source": [
    "## 2、划分数据集"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "69596e47-b85e-4c31-b876-28a06a54b99e",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "3ec94e8d-0652-4756-9ffe-2cfdfc92a3e1",
   "metadata": {},
   "outputs": [],
   "source": [
    "data = boston.iloc[:, :-1]\n",
    "target = boston.iloc[:, -1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "5d1d3415-bd4f-42eb-8d2a-7c2aa78252e8",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train, X_test, y_train, y_test = train_test_split(data, target, test_size=56)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e588155-0931-45e7-bc02-cce9a5bc1d40",
   "metadata": {},
   "source": [
    "## 3、训练模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "1b614fe3-0d3a-4743-9bab-d7f83dc66e01",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.linear_model import LinearRegression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "edcceacd-c82c-4135-9e10-74b9ea6f1bf9",
   "metadata": {},
   "outputs": [],
   "source": [
    "linear = LinearRegression()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "2f7b580b-e945-41fa-bf09-2e20153aaab7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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      ],
      "text/plain": [
       "LinearRegression()"
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "linear.fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc2db058-deed-467c-95a8-d5dd7717517f",
   "metadata": {},
   "source": [
    "## 4、模型预测"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "3660a410-d49f-4836-809a-beb00f4101bc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([12.72929035, 22.59602841, 22.61838723, 15.94602893, 35.14453438,\n",
       "       12.52848844, 27.77459984, 29.26912495, 13.98937037, 34.32319353,\n",
       "       24.94812302, 29.18097743, 24.77997646, 22.34888582, 20.66192337,\n",
       "       17.31121284, 31.68187899, 19.9693454 ,  6.57143257, 22.35353247,\n",
       "       33.73467369, 25.37347222, 33.47187892, 36.40433653, 18.94861335,\n",
       "       20.34808193, 24.33858498, 25.18751338, 24.61027369, 16.90565538,\n",
       "       13.4628115 , 19.42876132, 20.44973494, 13.66729435, 19.78737844,\n",
       "       28.80489732, 19.97913775, 31.0504922 , 12.43140316, 22.26121515,\n",
       "       24.78229667, 24.7471741 , 20.275528  ,  6.00240789, 28.75819826,\n",
       "       22.93594504, 26.99225683, 33.31640859, 24.11181861, 19.01594158,\n",
       "       19.42874606, 20.98783106, 27.50496515, 29.14639717, 35.36436375,\n",
       "       18.12153781])"
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_pred = linear.predict(X_test)\n",
    "y_pred"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b9cff4b9-5fe8-482d-8e4e-b88e9a272012",
   "metadata": {},
   "source": [
    "## 5、模型评估"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "4e15914c-db70-4395-9b32-5d25b0b2b717",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.4643542842186501"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 决定系数\n",
    "linear.score(X_test, y_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "id": "f4baf8d0-81d7-4ad3-9f91-bec991700e54",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 线性回归模型的权重\n",
    "w = linear.coef_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "bddddfa4-943c-4afe-bd77-ee0075ed095a",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 线性回归模型的截取\n",
    "b = linear.intercept_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "63e8ebcd-6341-4cda-9c59-3d0173672d80",
   "metadata": {},
   "outputs": [],
   "source": [
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "id": "153a4009-0029-4777-bfa3-453b194b1d45",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['CRIM', 'ZN', 'INDUS', 'CHAS', 'NOX', 'RM', 'AGE', 'DIS', 'RAD', 'TAX',\n",
       "       'PTRATIO', 'B', 'LSTAT'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 84,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "id": "39cd6398-f6d4-4b84-a474-fbe50049930d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x1440 with 13 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 画出线性回归可视化预测图像\n",
    "plt.figure(figsize=(4*3, 4*5))\n",
    "for i, col in enumerate(data.columns):\n",
    "    x = data[col].values\n",
    "    y = target.values\n",
    "\n",
    "    axes = plt.subplot(5, 3, i+1)\n",
    "    axes.scatter(x=x, y=y)\n",
    "    axes.plot(x, w[i]*x+b, c='r')\n",
    "    axes.set_title(col)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "565a792f-c04c-4b5f-9964-82bdaeb71429",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
